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there is one more choice which is 42 asa
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We see in the diagram that `JI = JG` as well as `JH = JH` Vertical angles are congruent to each other. So `angle J = angle J` or `117=117`. Since we have identified that two sides are equal with an angle in the middle between the two that is equal as well to the other triangle we would have solved dis by SAS. We are also told that `angle I = 21` We don't know one angle. We would add the two known angles then subtract by 180 to get the last angle. \(\Large\bf{180-(117+21)}\)
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